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Results: 1-17 |
Results: 17
SPECIAL ISSUE - SEMIDEFINITE PROGRAMMING AND INTERIOR-POINT APPROACHES FOR COMBINATORIAL OPTIMIZATION PROBLEMS - PREFACE
Authors: PARDALOS PM WOLKOWICZ H
Citation: Pm. Pardalos et H. Wolkowicz, SPECIAL ISSUE - SEMIDEFINITE PROGRAMMING AND INTERIOR-POINT APPROACHES FOR COMBINATORIAL OPTIMIZATION PROBLEMS - PREFACE, Journal of combinatorial optimization, 2(1), 1998, pp. 7-7
SEMIDEFINITE PROGRAMMING RELAXATIONS FOR THE QUADRATIC ASSIGNMENT PROBLEM
Authors: ZHAO Q KARISCH SE RENDL F WOLKOWICZ H
Citation: Q. Zhao et al., SEMIDEFINITE PROGRAMMING RELAXATIONS FOR THE QUADRATIC ASSIGNMENT PROBLEM, Journal of combinatorial optimization, 2(1), 1998, pp. 71-109
AN INTERIOR-POINT METHOD FOR APPROXIMATE POSITIVE SEMIDEFINITE COMPLETIONS
Authors: JOHNSON CR KROSCHEL B WOLKOWICZ H
Citation: Cr. Johnson et al., AN INTERIOR-POINT METHOD FOR APPROXIMATE POSITIVE SEMIDEFINITE COMPLETIONS, COMPUTATIONAL OPTIMIZATION AND APPLICATIONS, 9(2), 1998, pp. 175-190
STRONG DUALITY FOR SEMIDEFINITE PROGRAMMING
Authors: RAMANA MV TUNCEL L WOLKOWICZ H
Citation: Mv. Ramana et al., STRONG DUALITY FOR SEMIDEFINITE PROGRAMMING, SIAM journal on optimization, 7(3), 1997, pp. 641-662
SEMIDEFINITE PROGRAMMING - FOREWORD
Authors: OVERTON M WOLKOWICZ H
Citation: M. Overton et H. Wolkowicz, SEMIDEFINITE PROGRAMMING - FOREWORD, Mathematical programming, 77(2), 1997, pp. 105-109
A SEMIDEFINITE FRAMEWORK FOR TRUST REGION SUBPROBLEMS WITH APPLICATIONS TO LARGE-SCALE MINIMIZATION
Authors: RENDL F WOLKOWICZ H
Citation: F. Rendl et H. Wolkowicz, A SEMIDEFINITE FRAMEWORK FOR TRUST REGION SUBPROBLEMS WITH APPLICATIONS TO LARGE-SCALE MINIMIZATION, Mathematical programming, 77(2), 1997, pp. 273-299
AN INTERIOR-POINT METHOD FOR SEMIDEFINITE PROGRAMMING
Authors: HELMBERG C RENDL F VANDERBEI RJ WOLKOWICZ H
Citation: C. Helmberg et al., AN INTERIOR-POINT METHOD FOR SEMIDEFINITE PROGRAMMING, SIAM journal on optimization, 6(2), 1996, pp. 342-361
EXPLICIT SOLUTIONS FOR INTERVAL SEMIDEFINITE LINEAR-PROGRAMS
Authors: WOLKOWICZ H
Citation: H. Wolkowicz, EXPLICIT SOLUTIONS FOR INTERVAL SEMIDEFINITE LINEAR-PROGRAMS, Linear algebra and its applications, 236, 1996, pp. 95-104
INDEFINITE TRUST REGION SUBPROBLEMS AND NONSYMMETRIC EIGENVALUE PERTURBATIONS
Authors: STERN RJ WOLKOWICZ H
Citation: Rj. Stern et H. Wolkowicz, INDEFINITE TRUST REGION SUBPROBLEMS AND NONSYMMETRIC EIGENVALUE PERTURBATIONS, SIAM journal on optimization, 5(2), 1995, pp. 286-313
AN ALL-INCLUSIVE EFFICIENT REGION OF UPDATES FOR LEAST CHANGE SECANT METHODS
Authors: WOLKOWICZ H ZHAO Q
Citation: H. Wolkowicz et Q. Zhao, AN ALL-INCLUSIVE EFFICIENT REGION OF UPDATES FOR LEAST CHANGE SECANT METHODS, SIAM journal on optimization, 5(1), 1995, pp. 172-191
CONVEX RELAXATIONS OF (0,1)-QUADRATIC PROGRAMMING
Authors: POLJAK S WOLKOWICZ H
Citation: S. Poljak et H. Wolkowicz, CONVEX RELAXATIONS OF (0,1)-QUADRATIC PROGRAMMING, Mathematics of operations research, 20(3), 1995, pp. 550-561
TRUST REGION PROBLEMS AND NONSYMMETRIC EIGENVALUE PERTURBATIONS
Authors: STERN RJ WOLKOWICZ H
Citation: Rj. Stern et H. Wolkowicz, TRUST REGION PROBLEMS AND NONSYMMETRIC EIGENVALUE PERTURBATIONS, SIAM journal on matrix analysis and applications, 15(3), 1994, pp. 755-778
MEASURES FOR SYMMETRICAL RANK-ONE UPDATES
Authors: WOLKOWICZ H
Citation: H. Wolkowicz, MEASURES FOR SYMMETRICAL RANK-ONE UPDATES, Mathematics of operations research, 19(4), 1994, pp. 815-830
MATRIX DIFFERENTIATION IDENTITIES
Authors: WOLKOWICZ H
Citation: H. Wolkowicz, MATRIX DIFFERENTIATION IDENTITIES, SIAM review, 36(4), 1994, pp. 657-659
A COMPUTATIONAL STUDY OF GRAPH PARTITIONING
Authors: FALKNER J RENDL F WOLKOWICZ H
Citation: J. Falkner et al., A COMPUTATIONAL STUDY OF GRAPH PARTITIONING, Mathematical programming, 66(2), 1994, pp. 211-239
SIZING AND LEAST-CHANGE SECANT METHODS
Authors: DENNIS JE WOLKOWICZ H
Citation: Je. Dennis et H. Wolkowicz, SIZING AND LEAST-CHANGE SECANT METHODS, SIAM journal on numerical analysis, 30(5), 1993, pp. 1291-1314
SYMMETRIZATION OF NONSYMMETRIC QUADRATIC ASSIGNMENT PROBLEMS AND THE HOFFMAN-WIELANDT INEQUALITY
Authors: HADLEY SW RENDL F WOLKOWICZ H
Citation: Sw. Hadley et al., SYMMETRIZATION OF NONSYMMETRIC QUADRATIC ASSIGNMENT PROBLEMS AND THE HOFFMAN-WIELANDT INEQUALITY, Linear algebra and its applications, 167, 1992, pp. 53-64
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